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Explore the intricate connections between dynamical self-similarity and geometric slicing techniques in this 58-minute conference talk delivered at ICBS2025. Delve into advanced mathematical concepts as Pablo Shmerkin examines how self-similar dynamical systems interact with slicing methods, providing insights into fractal geometry and measure theory. Discover the theoretical foundations and applications of these mathematical tools, gaining understanding of how dynamical properties manifest through geometric projections and cross-sections. Learn about cutting-edge research developments in this specialized area of mathematics, suitable for researchers and advanced students working in dynamical systems, fractal geometry, or related mathematical fields.
Syllabus
Pablo Shmerkin: Dynamical self-similarity and slicing #ICBS2025
Taught by
BIMSA